Asymptotic expansions for distributions of sums of a double sequence of quasilattice random variables
Articles
Algimantas Bikelis
Vytautas Magnus University
Juozas Augutis
Vytautas Magnus University
Kazimieras Padvelskis
Vytautas Magnus University
Published 2011-12-15
https://doi.org/10.15388/LMR.2011.tt02
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Keywords

Quasi-lattice distribution
infinitely divisible distribution
Appel polynomials

How to Cite

Bikelis A., Augutis J. and Padvelskis K. (2011) “Asymptotic expansions for distributions of sums of a double sequence of quasilattice random variables”, Lietuvos matematikos rinkinys, 52(proc. LMS), pp. 353-358. doi: 10.15388/LMR.2011.tt02.

Abstract

We consider the formal asymptotic expansion of probability distribution of the sums of independent random variables. The approximation was made by using infinitely divisible probability distributions.

 

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